2017Journal of Dynamic Systems Measurement and ControlRequires access

State-Space Model and Kalman Filter Gain Identification by a Kalman Filter of a Kalman Filter

Minh Q. Phan, Francesco Vicario, Richard W. Longman, Raimondo Betti

Open publisher page 21 citations

Abstract

This paper describes an algorithm that identifies a state-space model and an associated steady-state Kalman filter gain from noise-corrupted input–output data. The model structure involves two Kalman filters where a second Kalman filter accounts for the error in the estimated residual of the first Kalman filter. Both Kalman filter gains and the system state-space model are identified simultaneously. Knowledge of the noise covariances is not required.

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What this paper is about

This paper describes an algorithm that identifies a state-space model and an associated steady-state Kalman filter gain from noise-corrupted input–output data. The model structure involves two Kalman filters where a second Kalman filter accounts for the error in the estimated residual of the first Kalman filter. Both Kalman filter gains and the system state-space model are identified simultaneously. Knowledge of the noise covariances is not required.

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OpenAlex reports 21 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This paper describes an algorithm that identifies a state-space model and an associated steady-state Kalman filter gain from noise-corrupted input–output data. The model structure involves two Kalman filters where a second Kalman filter accounts for the error in the estimated residual of the first Kalman filter. Both Kalman filter gains and the system state-space model are identified simultaneously. Knowledge of the noise covariances is not required.

Key concepts: Alpha beta filter, Fast Kalman filter, Kalman filter, Invariant extended Kalman filter, Ensemble Kalman filter, Control theory (sociology), Extended Kalman filter, Computer science

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